Faculty

Institution

Unit

Venue

Peter Turbek, Ph.D.

Professor Emeritus of Mathematics

Purdue University Northwest

Affiliations

Department Of Mathematical Sciences

Purdue University Northwest

University College

School Of The Graduate

Studies Of Office Of Graduate

Peter Turbek, Ph.d. is currently serving as a Mathematical Sciences Professor Emeritus of Mathematics at Purdue University Northwest.

Honors

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Experiences

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Education

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Peter Turbek, Ph.D.

Purdue University Northwest

Professor Emeritus of Mathematics

You can click a keyword to filter the displayed items

mathematics geometry and topology geometry geometric topology global geometry complex geometry mathematical sciences algebraic geometry differential geometry topology symmetry lie point symmetry riemannian geometry geometric group theory group theory enumerative geometry topological invariants riemann surface applied mathematics rational mechanic lie group group structure nilpotent groups topological algebra real algebraic geometry global analysis pseudo-symmetric hyperelliptic surfaces hyperelliptic involution maximal symmetry non-orientable riemann surfaces ramified covers klein surfaces cyclic symmetry full automorphism group sufficient conditions cyclic covers algebraic curves compact riemann surfaces real ovals cyclic cover klein surface algebraic number theory noncommutative geometry pure mathematics scientific computing complex analysis symplectic geometry algebraic topology function spaces mathematical physics mathematical analysis spectral theory homological algebra polyhedron combinatorial theory number theory algebra representation theory geometric analysis

Notable Scholarly Works

Notable Federal Grants

Collaborators

Lifting the Hyperelliptic Involution of a Klein Surface. Revista Matemática Complutense (2018)

klein surfacegeometry and topologyglobal analysisgeometric analysisglobal geometrycomplex geometrymathematical sciencesmathematicsdifferential geometrygeometrygeometric topology

Lifting a Symmetry of a Riemann Surface. Revista de la Real Academia de Ciencias Exactas Físicas y Naturales Serie A Matemáticas (2017)

riemann surfacelie point symmetryriemannian geometrygeometry and topologygeometric analysiscomplex geometrymathematical sciencesmathematicsdifferential geometrysymmetrygeometric topologygeometry

The Number of Real Ovals of a Cyclic Cover of the Sphere. Proceedings of the American Mathematical Society (2016)

geometry and topologycyclic covergeometryreal ovals

Symmetry Types of Cyclic Covers of the Sphere. Israel Journal of Mathematics (2011)

topologyenumerative geometrygeometry and topologyglobal geometrycomplex geometrymathematical sciencescyclic coversmathematicssymmetrygeometric topologygeometry

Automorphism Criteria for M * -Groups. Proceedings of the Edinburgh Mathematical Society (2004)

operator algebrasgroup theorygroup structuretopological algebrageometric group theoryalgebramathematical sciencesnilpotent groups

Riemann Surfaces With Real Forms Which Have Maximal Cyclic Symmetry. Journal of Algebra (2004)

lie point symmetrygeometry and topologycyclic symmetryglobal geometrycomplex geometrymathematical sciencesmathematicssymmetrygeometric topologygeometry

Groups Acting on Bordered Klein Surfaces With Maximal Symmetry. Cambridge University Press eBooks (2003)

lie groupgeometry and topologygroup theorygeometric group theoryglobal geometrymathematicsgeometrymaximal symmetrygeometric topology

Lifting Involutions to Ramified Covers of Riemann Surfaces. Archiv der Mathematik (2003)

geometry and topologyglobal geometryalgebraic geometryramified coversmathematicsgeometric topology

Algebraic Curves, Riemann Surfaces and Klein Surfaces With No Non-Trivial Automorphisms or Symmetries. Proceedings of the Edinburgh Mathematical Society (2002)

geometry and topologyglobal geometrycomplex geometryalgebraic geometryalgebraic curvesmathematicsgeometrygeometric topology

Asymmetric and Pseudo-Symmetric Hyperelliptic Surfaces. manuscripta mathematica (2002)

enumerative geometryrational mechaniclie point symmetrygeometry and topologycomplex geometryalgebraic geometrymathematical sciencespseudo-symmetric hyperelliptic surfacesapplied mathematicsmathematicsdifferential geometrysymmetrygeometric topologygeometry

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Peter Turbek, Ph.D.

Professor Emeritus of Mathematics

Purdue University Northwest

Affiliations

Department Of Mathematical Sciences

Purdue University Northwest

University College

School Of The Graduate

Studies Of Office Of Graduate

Peter Turbek, Ph.d. is currently serving as a Mathematical Sciences Professor Emeritus of Mathematics at Purdue University Northwest.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Peter Turbek, Ph.D.

Purdue University Northwest

Professor Emeritus of Mathematics

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Lifting the Hyperelliptic Involution of a Klein Surface. Revista Matemática Complutense (2018)

klein surfacegeometry and topologyglobal analysisgeometric analysisglobal geometrycomplex geometrymathematical sciencesmathematicsdifferential geometrygeometrygeometric topology

Lifting a Symmetry of a Riemann Surface. Revista de la Real Academia de Ciencias Exactas Físicas y Naturales Serie A Matemáticas (2017)

riemann surfacelie point symmetryriemannian geometrygeometry and topologygeometric analysiscomplex geometrymathematical sciencesmathematicsdifferential geometrysymmetrygeometric topologygeometry

The Number of Real Ovals of a Cyclic Cover of the Sphere. Proceedings of the American Mathematical Society (2016)

geometry and topologycyclic covergeometryreal ovals

Symmetry Types of Cyclic Covers of the Sphere. Israel Journal of Mathematics (2011)

topologyenumerative geometrygeometry and topologyglobal geometrycomplex geometrymathematical sciencescyclic coversmathematicssymmetrygeometric topologygeometry

Automorphism Criteria for M * -Groups. Proceedings of the Edinburgh Mathematical Society (2004)

operator algebrasgroup theorygroup structuretopological algebrageometric group theoryalgebramathematical sciencesnilpotent groups

Riemann Surfaces With Real Forms Which Have Maximal Cyclic Symmetry. Journal of Algebra (2004)

lie point symmetrygeometry and topologycyclic symmetryglobal geometrycomplex geometrymathematical sciencesmathematicssymmetrygeometric topologygeometry

Groups Acting on Bordered Klein Surfaces With Maximal Symmetry. Cambridge University Press eBooks (2003)

lie groupgeometry and topologygroup theorygeometric group theoryglobal geometrymathematicsgeometrymaximal symmetrygeometric topology

Lifting Involutions to Ramified Covers of Riemann Surfaces. Archiv der Mathematik (2003)

geometry and topologyglobal geometryalgebraic geometryramified coversmathematicsgeometric topology

Algebraic Curves, Riemann Surfaces and Klein Surfaces With No Non-Trivial Automorphisms or Symmetries. Proceedings of the Edinburgh Mathematical Society (2002)

geometry and topologyglobal geometrycomplex geometryalgebraic geometryalgebraic curvesmathematicsgeometrygeometric topology

Asymmetric and Pseudo-Symmetric Hyperelliptic Surfaces. manuscripta mathematica (2002)

1
2
10 / page